Here are my grades and credits for each class:
English: A- Credit: 1.0
History B Credit: 1.0
Latin: A Credit: 1.0
French: A Credit: 1.0
Math: A+ Credit: 1.0
Life Science: A- Credit: 1.0
Form I art: A
Find the equation of the curve which satisfies the differential equation dy/dx=y/(x(x+1)) and passes through the point (1,2)
Your help is greatly appreciated!-Hello,
dy / dx = y / [x(x + 1)]
dy / y
The Valley College basketball team has a serious losing streak.The coach vows to try every combination of players to find a winning combination.How many games will it take to try all possible combinat
Im not really sure how to even start this question. Any help would be much appreciated. Thank you-Horizontal asymptotes occur when lim x→∞ f(x) = L, where y=L is the equation of the asymptote. Vertica
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Geometry help. 10 POINTS (: (: graphing and perpendiclar segment stuff.?
ok so sorry i missed a day and am behind. so there is two questions.
1) y= x +2 (2, -2)
9. What is the sum of the roots of the polynomial shown below?
f(x) = x^3+2x^2-11x-12
My work:
x^3 +2*x^2 -11*x -12 = 0 =>
=> x^3 +2*x^2 -11*x -12 = 0
=> (x -3)*(x +4)*(x +1) = 0
the roots are 3,-4
Come up with a equation and fill in the rest of the chart:
1 = 4
2=15
3=30
4=______
5=_______
37=________
Please write an equation to.-The equation is
y = 2x² + 5x - 3
y(4) = 49
y(5) = 72
y(37) = 29
a) What is the slope of the line through the points (5, 2) and (5, -3)?
b) Describe the line through these points.-y2 - y1
----------- = slope
x2 - x1
(5,2) and (5,-3)
-3 - 2
--------- = slope
5 -
a)2x2-3x=0b)3x^2-6=0c) x^2-3x-40=0-a) 2x^2-3x=0 i beline this was your problem x(2x-3)=0so x=0 or 2x-3=0,x=3/2
b)3x^2-6=03 is the gcf so ,3(x^2-2)=0(x^2-2)=0x^2=2x=+-sqrt 2
c) x^2-3x-40=0 this is a
What is the primitive function of: sqrt(x) (x+1)
Please show working.-Primitive Functions are also known as indefinite integrals
so int[sqrt(x) (x+1)]here int =integration i don know how to make its
Q: Differentiate y = (cos x) / (1 - sin x)
Can someone explain in detail how to solve this?-You could use the quotient rule or the product rule.
If you define f(x) = cos(x) and g(x) = 1 / (1 - sin(x
Q: Find the derivative of the function f(y) = [(y^2) / (y - 1)]^4
Can someone explain how to solve this?-Transform the functions and use the chain rule to find the derivative:
f(u) = u^4
u(y) = y^2
For complex numbers z satisfying arg (z - u) = pi/4, find the least possible value of IzI
where u is -3i
How is it solved ???-The complex numbers w satisfying arg(w) = pi/4 are the numbers e^(i pi/4)